Theorem 4.1 [1]}
Assume GRH (for the family of Hecke \(L\) -functions). Then almost all arcs of length \(1/K\)  contain
at least one angle \(\theta _\mathfrak {p}\)  for a prime ideal with \(\mathrm {Norm}(\mathfrak {p})\le K(\log K)^{2+o(1)}\) .

